This exercise shows how to approximate E by forms whose domain is all of B. Let
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Suppose {Pt} are the transition probabilities corresponding to a Dirichlet form E. Suppose there exist functions pt(x, y) such that for each t,
for almost every x. Prove that for almost every pair (x, y) with respect to the product measure
m × m, pt(x, y) = pt(y, x).
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